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C#: Check two given integers, each in the range 10..99


C# Sharp Basic Algorithm: Exercise-53 with Solution

Write a C# Sharp program to check two given integers, each in the range 10..99. Return true if a digit appears in both numbers, such as the 3 in 13 and 33

Visual Presentation:

C# Sharp: Basic Algorithm Exercises - Check two given integers, each in the range 10..99.

Sample Solution:-

C# Sharp Code:

using System; // Import the System namespace which contains fundamental types and base classes
using System.Linq; // Import the LINQ namespace for LINQ functionality

namespace exercises // Define a namespace called 'exercises'
{
    class Program // Define a class named 'Program'
    {
        static void Main(string[] args) // The entry point of the program
        {
            // Output the result of test function with different integer arguments
            Console.WriteLine(test(11, 21)); // Test with integers 11 and 21
            Console.WriteLine(test(11, 20)); // Test with integers 11 and 20
            Console.WriteLine(test(10, 10)); // Test with integers 10 and 10
            Console.ReadLine(); // Wait for user input before closing the console window
        }

        // Function definition of test function that takes two integers 'x' and 'y' and returns a boolean
        public static bool test(int x, int y)
        {
            // Check if any of the digits in 'x' or 'y' are equal (sharing the same digit place)
            return x / 10 == y / 10 || x / 10 == y % 10 || x % 10 == y / 10 || x % 10 == y % 10;
        }
    }
}

Sample Output:

True
False
True

Flowchart:

C# Sharp: Flowchart: Check two given integers, each in the range 10..99.

C# Sharp Code Editor:

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Previous: Write a C# Sharp program to find the larger from two given integers. However if the two integers have the same remainder when divided by 7,then the return the smaller integer. If the two integers are the same, return 0.
Next: Write a C# Sharp program to compute the sum of two given non-negative integers x and y as long as the sum has the same number of digits as x. If the sum has more digits than x then return x without y.

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